@@ -2489,17 +2489,15 @@ def glaisher_franklin(self, s):
24892489 r"""
24902490 Apply the Glaisher-Franklin bijection to ``self``.
24912491
2492- INPUT:
2493-
2494- - ``s`` -- positive integer
2495-
2496- OUTPUT:
2497-
24982492 The Franklin-Glaisher bijection, with parameter `s`, returns
24992493 a partition whose set of parts that are repeated at least `s`
25002494 times equals the set of parts divisible by `s` in ``self``,
25012495 after dividing each part by `s`.
25022496
2497+ INPUT:
2498+
2499+ - ``s`` -- positive integer
2500+
25032501 EXAMPLES::
25042502
25052503 sage: Partition([4, 3, 2, 2, 1]).glaisher_franklin(2)
@@ -2554,18 +2552,16 @@ def glaisher_franklin_inverse(self, s):
25542552 r"""
25552553 Apply the inverse of the Glaisher-Franklin bijection to ``self``.
25562554
2557- INPUT:
2558-
2559- - ``s`` -- positive integer
2560-
2561- OUTPUT:
2562-
25632555 The inverse of the Franklin-Glaisher bijection, with
25642556 parameter `s`, returns a partition whose set of parts that
25652557 are divisible by `s`, after dividing each by `s`, equals the
25662558 equals the set of parts repeated at least `s` times in
25672559 ``self``.
25682560
2561+ INPUT:
2562+
2563+ - ``s`` -- positive integer
2564+
25692565 EXAMPLES::
25702566
25712567 sage: Partition([4, 3, 2, 2, 1]).glaisher_franklin(2)
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